Recent content by DLH112

  1. D

    Thoughts/Questions about GR and dark matter

    I know light behaves oddly compared to normal matter, I haven't really delved into the math of GR, and that's why I'm here to ask these questions. 1) If all of our observations of the universe are based on light, what determines that the speed of light is the maximum velocity? I'm sure its...
  2. D

    Doplar effect calculation of date of Super Nova

    In my astronomy lab we (part A) calculated how many arc seconds a super nova remnant had expanded from 1942 to 1976, and in further calculations (Part B) used the doplar effect to calculate a velocity, which was then used with the results of part A to calculate the distance from Earth to the...
  3. D

    Calculating the Initial Height of a Hailstone for Complete Melting on Impact

    its an online homework thing. it said that answer is wrong
  4. D

    Calculating the Initial Height of a Hailstone for Complete Melting on Impact

    ah i see. something like mgh = mL and the mass cancels so gh = L or h = L/9.8 edit: 9.8 m/s2 h = 330000 J/kg h = 330000/9.8 h = 3367.46939 m or 3.367469 km? this is wrong though... maybe i got some units wrong?
  5. D

    Calculating the Initial Height of a Hailstone for Complete Melting on Impact

    Homework Statement Assume that a hailstone at 0◦C falls through air at a uniform temperature of 0◦C and lands on a sidewalk also at this temperature. From what initial height must the hailstone fall in order to entirely melt on impact? The acceleration due to gravity is 9.8 m/sec2 and the...
  6. D

    Fluid mechanics cork in water

    that makes sense... so it would be like (0.03)^3 then i guess
  7. D

    Fluid mechanics cork in water

    Homework Statement A cork is held at the bottom of a bucket of water by a piece of string. The actual depth of the cork is 0.713786 m below the surface of the water. If the density of the cork is 157 kg/m3 and the volume of the cork is 3 cm3 , then what is the tension in the string...
  8. D

    Simple harmonic motion problem

    ah thank you. i was accidentally using 28.6 instead of 26.8.
  9. D

    Simple harmonic motion problem

    Homework Statement This is a 3 part problem and I've successfully solved the first 2 parts, but I don't know what I did wrong in the third part. 1) mass of 346 g on a spring with constant 26.8 N/m on a horizontal + frictionless surface. Amplitude is 6.7 cm. In part 1 i found the total...
  10. D

    Non-uniform mass with calculus

    Homework Statement find the mass of an unevenly distributed bar with length 2 meters whos mass at a point is given by an equation 0.6 + x^2. Then find the center of mass. Homework Equations The Attempt at a Solution I got the first part (finding the mass) correctly, but I can't...
  11. D

    Merry-go-round angular speed

    so if L= Iw and I = 1/2 MR^2 then you get L = (0.5) (131) (1.4) (0.7539822). but wouldn't w need to go to infinite if R is 0?
  12. D

    Merry-go-round angular speed

    Homework Statement A merry-go-round rotates at the rate of 0.12 rev/s with an 86 kg man standing at a point 1.4 m from the axis of rotation. What is the new angular speed when the man walks to a point 0 m from the center? Consider the merry-go-round is a solid 45 kg cylinder of...
  13. D

    Calculating Work Done by Friction

    I must've been tired and mixed up the 16.6 kg and 26 degrees, so i used 26.6 degrees when calculating instead. i feel dumb xD
  14. D

    Calculating Work Done by Friction

    sure. mg = (9.8)(16.6)= -162.68 N Fy = 161 sin(26.6) = 72.08921314 N so Fnet down/ -Fn = -90.59078686 N then W(fric) = (39.1)(0.181)(90.59078686) = -641.1200577 J
Back
Top